the shortest and longest wavelength of pastchen series in hydrogen spectrum is respectively A=p/r,144/7r B= 4/r ,36/5r C=16/r,400/9r D=144/r,9/r
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Answer:
A: 9/R ,144/7R
Explanation:
1/lembda =R [ 1÷n'^2 - 1÷n`^2 ]
is formula for finding wavelength
so for paschan series:
n1=3 n2=4 (for longest wavelength)
1/lembda =R [ 1÷3^2 - 1÷4^2 ]
=R [ 1÷9 - 1÷16 ] taking LCM
=R [ 16-9 /144 ]
1/lembda =7R/144
so;
lembda = 144 /7R for longest wavelength
now for shortest wavelength we use n2= ∞
bcz electron coming from far will be more energetic and will emit short wavelength
so putting values n1=3 and n2= ∞
1/lembda =R [ 1÷3^2 - 1÷ ∞^2 ]
as we know that (1/ ∞ = zero)
so we get
1/lembda =R ÷9
lembda= 9/R for shortest wavelength
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